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The UAT Lagrangian Formulation: Derivation of the Quantum Braking Action, Causal Parameters, and CMB Acoustic Peak Predictions
2026-07-16

This update (v2) adds the resolution of the effective matter density problem within the UAT/UCP framework. The new document establishes the identity η ≡ κ_crit = 4.978, demonstrating that the Lagrangian vacuum minimum and the Ivancho causal limit are the same fundamental constant. Numerical integration of the Klein-Gordon equation reveals that the scalar field φ is frozen at ~9% of its minimum —an open puzzle that does not invalidate the mechanism. The causal membrane integral M_p = ∮ Ψ_8phase · κ_crit dt is derived from the surface term of the UAT action, showing that mass amplification depends on κ_crit as a structural constant, not on the dynamical field value. The amplification factor A = κ_crit × φ × (1 - 0.07) ≈ 7.49 yields Ω_m^(eff) = 0.3133, in 0.55% agreement with Planck 2018. Supplementary Python scripts for the Klein-Gordon integration and λ parameter sweep are included.

Ссылка для цитирования:

Percudani M. A. 2026. The UAT Lagrangian Formulation: Derivation of the Quantum Braking Action, Causal Parameters, and CMB Acoustic Peak Predictions. PREPRINTS.RU. https://doi.org/10.24108/preprints-3115896

Список литературы